Question

write the coordinates of each ordered pair shown on the graph.
$a(x,y)=a(\square)$
$b(x,y)=b(\square)$
$c(x,y)=c(\square)$
$d(x,y)=d(\square)$
$e(x,y)=e(\square)$

Explanation:

Step1: Find coordinates of point A

For point A, move along x - axis: \(x = 10\), move along y - axis: \(y = 3\). So \(A=(10,3)\)

Step2: Find coordinates of point B

For point B, move along x - axis: \(x = 30\), move along y - axis: \(y = 12\). So \(B=(30,12)\)

Step3: Find coordinates of point C

For point C, move along x - axis: \(x=-35\), move along y - axis: \(y = 10\). So \(C=(-35,10)\)

Step4: Find coordinates of point D

For point D, move along x - axis: \(x = 20\), move along y - axis: \(y=-6\). So \(D=(20,-6)\)

Step5: Find coordinates of point E

For point E, move along x - axis: \(x=-20\), move along y - axis: \(y = 0\). So \(E=(-20,0)\)

Answer:

\(A(10,3)\)
\(B(30,12)\)
\(C(-35,10)\)
\(D(20,-6)\)
\(E(-20,0)\)